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- W2012394801 abstract "In Palm theory it is very common to consider several distributions to describe the characteristics of the system. To study a stationary marked point process, the time-stationary distribution P and its event-stationary Palm distributions with respect to sets L of marks can all be used as starting point. When P is used, a modified, event-stationary version is defined as the limit of an obvious discrete-time Cesàro average. In a sense this modified Palm distribution is more natural than the ordinary one. When a Palm distribution is taken as starting point, we can approximate another modifiedevent-stationary version of by considering discrete-time Cesàro averages and a modifiedtime-stationary version QL of P by considering continuous-time Cesàro averages. These and other limit results are corollaries of uniform limit theorems for Cesàro averaged functionals. In essence, this paper presents a profound study of the relationship between and modified versions of them, and their connections with ergodicity conditions and long-run averages of Cesàro type." @default.
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- W2012394801 title "Ergodicity conditions and cesàro limit results for marked point processes" @default.
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